Financial Accounting: Current Liabilities Summary

Formulas

• Interest Calculation:

  $\text{Interest} = \text{Face value} \times \text{Annual interest rate} \times \text{Fraction of the year}$

• Working Capital:

  $\text{Current assets} - \text{Current liabilities}$

• Current Ratio:

  $\frac{\text{Current assets}}{\text{Current liabilities}}$

• Acid-Test Ratio:

  $\frac{\text{Cash + Current investments + Accounts receivable}}{\text{Current liabilities}}$

Yes, I can create some practice problems for you based on the formulas provided:

Practice Problems

1. Interest Calculation:
   If a bond has a face value of $10,000$, an annual interest rate of $5\%$ and is held for $6$ months, how much interest will be earned?

2. Working Capital:
   A company has current assets totaling $250,000$ and current liabilities of $100,000$. Calculate the company's working capital.

3. Current Ratio:
   Using the same figures as problem 2, what is the company's current ratio? Is it considered healthy, generally speaking?

4. Acid-Test Ratio:
   A business reports the following:

   • Cash: $50,000$

   • Current Investments: $20,000$

   • Accounts Receivable: $30,000$

   • Current Liabilities: $75,000$
     Calculate the acid-test ratio. What does this ratio indicate about the company's liquidity?

Take your time to solve these, and let me know if you'd like to check your answers or need more problems!

Formulas

• Interest Calculation:

  $\text{Interest} = \text{Face value} \times \text{Annual interest rate} \times \text{Fraction of the year}$

• Working Capital:

  $\text{Current assets} - \text{Current liabilities}$

• Current Ratio:

  $\frac{\text{Current assets}}{\text{Current liabilities}}$

• Acid-Test Ratio:

  $\frac{\text{Cash + Current investments + Accounts receivable}}{\text{Current liabilities}}$

Yes, I can create some practice problems for you based on the formulas provided:

Practice Problems

1. Interest Calculation:
   

   If a bond has a face value of $10,000$, an annual interest rate of $5\%$ and is held for $6$ months, how much interest will be earned?

2. Working Capital:
   

   A company has current assets totaling $250,000$ and current liabilities of $100,000$. Calculate the company's working capital.

3. Current Ratio:
   

   Using the same figures as problem 2, what is the company's current ratio? Is it considered healthy, generally speaking?

4. Acid-Test Ratio:
   

   A business reports the following:

   • Cash: $50,000$

   • Current Investments: $20,000$

   • Accounts Receivable: $30,000$

   • Current Liabilities: $75,000$
     

     Calculate the acid-test ratio. What does this ratio indicate about the company's liquidity?

Take your time to solve these, and let me know if you'd like to check your answers or need more problems!

Answers to Practice Problems

1. Interest Calculation:

   • Formula: $\text{Interest} = \text{Face value} \times \text{Annual interest rate} \times \text{Fraction of the year}$

   • Calculation: $10,000 \times 0.05 \times (6/12) = 10,000 \times 0.05 \times 0.5 = 250$

   • Answer: The interest earned is $250$.

2. Working Capital:

   • Formula: $\text{Current assets} - \text{Current liabilities}$

   • Calculation: $250,000 - 100,000 = 150,000$

   • Answer: The company's working capital is $150,000$.

3. Current Ratio:

   • Formula: $\frac{\text{Current assets}}{\text{Current liabilities}}$

   • Calculation: $\frac{250,000}{100,000} = 2.5$

   • Answer: The company's current ratio is $2.5$. Yes, generally speaking, a current ratio of $2.5$ is considered healthy as it indicates the company has $2.5$ times more current assets than current liabilities, suggesting good short-term liquidity.

4. Acid-Test Ratio:

   • Formula: $\frac{\text{Cash + Current investments + Accounts receivable}}{\text{Current liabilities}}$

   • Calculation: $\frac{50,000 + 20,000 + 30,000}{75,000} = \frac{100,000}{75,000} \approx 1.33$

   • Answer: The acid-test ratio is approximately $1.33$. This ratio indicates that the company has $1.33$ times its current liabilities in highly liquid assets (excluding inventory and prepaid expenses), suggesting a strong ability to cover its short-term obligations quickly. A ratio of $1.0$ or higher is generally considered good.